- InChI
- InChI=1S/C21H21O3P/c1-22-16-10-4-7-13-19(16)25(20-14-8-5-11-17(20)23-2)21-15-9-6-12-18(21)24-3/h4-15H,1-3H3
- InChI Key
- IIOSDXGZLBPOHD-UHFFFAOYSA-N
- Formula
- C21H21O3P
- SMILES
-
COc1ccccc1P(c1ccccc1OC)c1ccccc
1OC - Molecular Weight1
- 352.36
- CAS
- 4731-65-1
- Other Names
-
- tri-(2-Methoxyphenyl)phosphine
- Tris(o-methoxyphenyl)phosphine
- Phosphine, tris(2-methoxyphenyl)-
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.7080 | Relay (1.0) Calculated Property | |
| ΔfG° | 123.36 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -223.58 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 109.94 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.37 | eV | NIST |
| log10WS | -5.94 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.471 | Crippen Calculated Property | |
| McVol | 273.540 | ml/mol | McGowan Calculated Property |
| Pc | 1828.53 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 687.40 | K | Relay (1.0) Calculated Property |
| Tc | 962.39 | K | Relay (1.0) Calculated Property |
| Tfus | 405.04 | K | Relay (1.0) Calculated Property |
| Vc | 0.964 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-([(Dimethylamino)methylene]amino)-3-(3-chloro-4-ethyloxy-phenyl)propanoic acid, ethyl ester.](data:image/png;base64,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)
Find more compounds similar to Tris(2-methoxyphenyl)phosphine.
Sources
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- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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